期刊文献+

CIMS下基于成组单元的无能力约束的生产批量计划的新方法 被引量:1

The New Method to the Uncapacitated Lot Sizingfor a GT Cell In CIMS
下载PDF
导出
摘要 CIMS中基于成组单元的生产批量计划问题是确定属于M个族的N种不同的项目在给定的计划范围T内的每一个时间段上的批量,使得在T内项目总的调整费用(族调整费用和项目调整费用之和)和库存保管费用以及生产费用之和最小(GTLS)本文基于GTLS问题的性质,从一个新的角度即从调整变量出发,运用遗传算法(GA)随机搜索进行求解.对GTLS构造了两阶段启发式算法(Heuristic),通过仿真实验,测试6个问题表明,GTLS/GA比GTLS/Heuristic平均改善5%以内. The lot-sizing problem in CIMS/GT cell is to determine production lot sizes of N itemgrouped M families over periods that minimizes the sum of setup costs and inventory holdingcosts over the planning horizon, while satisfying given demands. From new view of point,e.g. using setup variables to making chromosomes, we applied genetic algorithm to makestochastic search to solve GTLS based on properties of the solutions of GTLS. A two-stageheuristic algorithm of GTLS is constructed, Computational results of 6 tested problemsshow that the average improvement percent given by GTLS/GA algorithm are within 5%as compared to GTLS/Heuristic solutions.
作者 唐立新
出处 《运筹学学报》 CSCD 1999年第1期37-42,共6页 Operations Research Transactions
基金 国家自然科学基金!79700006 国家863/CIMS主题理论项目!863-511-708-009 中国科学院机器人学开放实验式资助
关键词 CIMS 成组单元 批量计划 遗传算法 MRP 最优化 CIMS, GT Cell, Lot-sizing, Genetic algorithm, Heuristic
  • 相关文献

参考文献1

  • 1唐立新,CIMS下生产批量计划理论及其应用,1999年,134页

同被引文献44

  • 1李建祥,唐立新,吴会江,庞哈利.基于规则的热轧钢管调度[J].钢铁,2004,39(9):39-42. 被引量:7
  • 2[1]Tang Lixin,Liu Jiyin, Aiying Rong,et al. Modeling and a Genetic Algorithm Solution for the Slab Stack Shuffling Problem When Implementing Steel Rolling Schedules[J]. International Journal of Production Research, 2002, 40(5): 1583~1595
  • 3[2]Feng Xin, Tang Lixin,Leung Hofung. Applying GENET to the JSSCSOP[R]. Lecture Notes in Computer Science 3173, 2004:454~461
  • 4[3]Tang Lixin, Xuan Hua,Liu Jiyin. A New Lagrangian Relaxation Algorithm for Hybrid Flowshop Scheduling With Total Weighted Completion Time[J]. Computer & Operations Research,(Accepted),2005.
  • 5[4]Tang Lixin,Huang Lin.An Exact Algorithm & Near-optimal Algorithms to Rolling Batch Scheduling for Seamless Steel Tube Production[J]. International Journal of Production Economic(Accepted), 2004.
  • 6[5]Tang Lixin,Zhang Yanyan. A Neural Network Model and Algorithm for the Hybrid Flow Shop Scheduling Problem[J]. Lecture Notes in Computer Science (Accepted), 2005.
  • 7[6]Feng Xin, Leung Hofung,Tang Lixin. A Genet Neural Network Model and Algorithm for the Job Shop Scheduling Problem[J]. Lecture Notes in Computer Science (Accepted), 2005.
  • 8[7]Tang Lixin,Liu Jiyin. A Comparison of Tabu Search and Local Search Methods for Single Machine Scheduling With Ready Time[C]. 14th IFAC World Congress, Beijing, China, July, 6-8, 1999.
  • 9[8]Tang Lixin,Liu Jiyin. Modified Genetic Algorithm and its Application to Types of Flowshop Sequencing Problems[C]. The Third International Conference on Management Science, China, Shanghai, July, 25-28, 1998.
  • 10[9]Tang Lixin,Liu Jiyin. Simulation Investigation of the Dynamic Flowshop Scheduling Subject to Jobs With Random Arrivals[C]. The Third International Conference on Management Science, China, Shanghai, July, 25-28, 1998.

引证文献1

二级引证文献17

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部